Show that the magnetic field at a point due to a magnetic dipole is perpendicular to the magnetic axis if the line joining the point with the centre of the dipole makes an angle of `tan^(-1) (sqrt(2))` with the magnetic axis.

The magnetic induction at a point on axis of a short magnetic dipole is

The magnetic potential at a point along the axis of a short magnetic dipole is

Find the magnetic potential at a point and distance of 1m from the centre of short magnetic dipole of moment 100 Am^(2) , if line joining point to the centre of dipole makes an angle 60^(@)C with the dipole moment vector.

The perpendicular drawn to magnetic axis and passing through centre of magnetic dipole is called as

The direction of resultant magnetic induction at any point due to a short magnetic dipole is inclined to the axis dipole at an angle

Give the expression for magnetic field at a point on the axis of a short magnetic dipole.

The ratio of the magnetic ppotentials due to a magnetic dipole at two equidistant points,one of them along a line making an angle of 30^(@) and the other along a line making an angle of 70^(@) with the magnetic dipole moment vector is

Magnetic field intensity at a general point | at equipotenial point | magnetic dipole in a magnetic field